| Product Number | 6760-1-51 |
| Synonyms | 2-(3-Benzylphenyl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane |
| CAS | 1073355-05-1 |
| MDL Number | MFCD09266179 |
| Molecular Formula | C19H23BO2 |
| Molecular Weight | 294.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6760-1-51
CAS: 1073355-05-1
Molecule Weight: 294.2
Formula: C19H23BO2
PN: 6760-1-59
CAS: 1075719-83-3
Molecule Weight: 232.13
Formula: C14H21BO2
PN: 6660-1-74
CAS: 949022-45-1
Molecule Weight: 308.18
Formula: C19H21BO3
PN: 6H60-1-0M
CAS: 253342-48-2
Molecule Weight: 218.1
Formula: C13H19BO2
PN: 8660-1-X1
CAS: 396131-82-1
Molecule Weight: 243.11
Formula: C14H18BNO2
PN: 6760-1-76
CAS: 325142-93-6
Molecule Weight: 232.13
Formula: C14H21BO2
![2-(3-(Bicyclo[1.1.1]pentan-1-yl)phenyl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane](data:image/png;base64,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)
PN: 6760-1-75
CAS:
Molecule Weight: 270.18
Formula: C17H23BO2
PN: 6660-1-82
CAS: 1309980-11-7
Molecule Weight: 262.16
Formula: C15H23BO3
Melting Point: 68-69 ℃
TSCA: Not listed on TSCA inventory